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Field
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. Preference will be given to those whose research interests focus on Probability Theory, in particular Random Geometry. Successful applicants are expected to work in the research group of Prof. Wei Qian (https
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Science Foundation (NSF) grant entitled “RTG: Combinatorics, Geometry, Representation Theory, and Topology” at the University of Oregon. Applicants should be in research areas connected to one of these four
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generation, targeted atomistic simulations, structural descriptor extraction, and predictive models. The work will aim to establish links between local pore geometry, structural disorder, sodium adsorption
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reconstruction framework that uses the known geometry, composition, and layout regularity of semiconductor devices as prior information to detect deeply buried defects from the smallest possible number of X-ray
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out research in Model Theory and related fields as part of the EPSRC standard research grant “Pseudofinite Geometry”. They will be expected to conduct research which falls within the remit
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are looking for someone with a strong background in algebraic number theory or arithmetic algebraic geometry, with expertise to include some of the following: Cohomology of arithmetic groups, algebraic K-theory
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prior experience in large-scale calculations using CFD Strong skills in CFD for complex geometries, and parallel computing Development of advanced algorithms for problems involving very large mesh (tens
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, formal methods, convex geometry). 2. Master’s or PhD in Computer Science, Electrical Engineering, Control Systems, or a closely related field. 3. Experience in reachability analysis, formal verification
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brings together leading researchers in algebra, combinatorics and related disciplines, including finite geometry, algebraic graph theory, permutation group theory, coding theory and extremal combinatorics
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Mathematics. The Division of Mathematics carries out research in a wide range of branches of pure mathematics, including algebraic geometry and algebraic topology, complex analysis, logic, mathematical physics